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Solar trivia question


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Each night, beginning in August, I see a specific star rise in the same spot behind a tree to the northeast of my porch. My chair is always in the exact same spot. About 30 minutes after it rises it disappears behind an electric pole. I timed its disappearnce for 7 consectutive days; and each nigh it disappears 4 minutes earlier. Why is that?

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Because the Earth is 1/365 further along it's arc around the Sun each day. 

4 minutes x 365 days yields 1460 minutes which is 24.3 hours, which would be one complete circuit of the Earth when viewed from the perspective of the Sun.

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What BJB is telling is that every day our view - observer on Earth - is rotated by 1/365 of the full cycle. That is about 4 minutes on time scale - like what you're seeing. You / we face same direction off by 4 min each day (not exactly, but ok for adjacent days).

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On 9/3/2020 at 2:46 PM, arkadi said:

What BJB is telling is that every day our view - observer on Earth - is rotated by 1/365 of the full cycle. That is about 4 minutes on time scale - like what you're seeing. You / we face same direction off by 4 min each day (not exactly, but ok for adjacent days).

There is a simpler way to say that last sentence, that makes it instantly understandable.

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